@keyframes rwdcur164859 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur164859 1.6s linear infinite forwards;
}
